Capgemini Questions And Answers Link

Answer: 14 (all others are prime numbers except 14).

def reverse_string(s): rev = "" for ch in s: rev = ch + rev return rev print(reverse_string("Capgemini")) Q1. Tell me about yourself. Answer: "I have a bachelor’s degree in [Your Major] from [University]. I have completed internships/projects in [Relevant Field], where I developed skills in [skill1, skill2]. I am passionate about problem-solving and technology. I chose Capgemini because of its focus on innovation and client-centric solutions. I want to grow here as a full-stack developer." capgemini questions and answers

Strengths: Quick learner, strong analytical thinking, good team communication. Weakness: I sometimes overcommit to perfection, but I have started using timeboxing to manage tasks effectively. Answer: 14 (all others are prime numbers except 14)

Answer: "I would first analyze the request – understand if the deadline is critical. Then I’d break down the feature into must-have vs. nice-to-have parts, propose a phased delivery, or request additional resources. I’d communicate risks clearly and offer alternatives, never compromising on quality or ethics." 5. Tips for Capgemini Recruitment Rounds | Round | Focus Areas | |-------|-------------| | Aptitude | Speed, distance, time, percentages, ratios, puzzles, data sufficiency | | Technical | OOP, DBMS, OS basics, coding logic (any language), output prediction | | Coding (if applicable) | Arrays, strings, recursion, basic DSA (not very advanced) | | HR / Interview | Communication, confidence, company research, behavioral scenarios | Would you like this formatted as a downloadable PDF, or turned into a flashcard set for quick revision? Answer: "I have a bachelor’s degree in [Your

1. Aptitude Questions (Quantitative & Logical) Q1. A train 125 m long passes a man, running at 5 km/hr in the same direction in which the train is going, in 10 seconds. What is the speed of the train? Answer: Let speed = x km/hr. Relative speed = (x – 5) km/hr. Convert to m/s: (x – 5) × (5/18) m/s. Distance = 125 m, time = 10 s. So (x – 5) × (5/18) = 125/10 → (x – 5) × (5/18) = 12.5 → x – 5 = 45 → x = 50 km/hr.

Answer: 4% of a. Explanation: 20% of a = b → b = 0.2a. Then b% of 20 = (b/100)×20 = 0.2b = 0.2×(0.2a) = 0.04a = 4% of a.